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Localization of the discontinuity line of the right-hand side of a differential equation

机译:微分方程右侧不连续线的局部化

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摘要

We propose a new approach to studying the inverse problems for differential equations with constant coefficients. Its application is illustrated by an example of some partial differential equation with three independent variables. The right-hand side of the equation is assumed to be a function discontinuous in spatial variables. In the inverse problem, it is required to find some hull containing the discontinuity line of the right-hand side. An algorithm for constructing such a hull is obtained: It is a square whose sides are tangent to the discontinuity line.
机译:我们提出了一种新的方法来研究常系数微分方程的反问题。一个带有三个独立变量的偏微分方程的例子说明了它的应用。假设等式的右侧是空间变量中不连续的函数。在反问题中,需要找到一些包含右侧不连续线的船体。得到一种构造这种船体的算法:它是一个正方形,其边与不连续线相切。

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